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{'Nk2': 22680, 'analytic_conductor': 101.0418064821778, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, 1], [7, -1]], 'atkin_lehner_string': '+-+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [630, 1, [281, 127, 451], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1129, 'field_disc_factorization': [[1129, 1]], 'field_poly': [-282, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[11, [-4644, 415, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793393332854, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '630.6.a.s', 'level': 630, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'minimal_twist': '70.6.a.h', 'nf_label': '2.2.1129.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+2^{4}q^{4}-5^{2}q^{5}+7^{2}q^{7}-2^{6}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '630.6.a', 'trace_display': [-8, 0, -50, 98], 'trace_hash': 2043822663422469131, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
Hide schema
{'ALdims': [2, 3, 3, 2, 4, 4, 4, 4, 3, 2, 2, 3, 3, 4, 4, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [38, 43, 43, 42, 41, 40, 39, 40, 41, 42, 44, 39, 40, 40, 41, 41], 'Nk2': 22680, 'analytic_conductor': 101.0418064821778, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [630, 1, [281, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 704, 'dim': 50, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [11], 'hecke_orbit_code': 100663926, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3], 'label': '630.6.a', 'level': 630, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_cc • Show schema
Hide schema
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id: 48223852
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332854, 'source_is_minimal': False, 'source_label': '630.6.a.s.1.1', 'source_level': 630, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793393332854, 'target_is_minimal': False, 'target_label': '630.6.a.s.1.1', 'target_level': 630, 'twist_class_label': '70.6.a.h.1.1', 'twist_class_level': 70, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 48223853
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332854, 'source_is_minimal': False, 'source_label': '630.6.a.s.1.1', 'source_level': 630, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492256838, 'target_is_minimal': True, 'target_label': '70.6.a.h.1.1', 'target_level': 70, 'twist_class_label': '70.6.a.h.1.1', 'twist_class_level': 70, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 48223854
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332854, 'source_is_minimal': False, 'source_label': '630.6.a.s.1.1', 'source_level': 630, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996374368816, 'target_is_minimal': False, 'target_label': '560.6.a.k.1.2', 'target_level': 560, 'twist_class_label': '70.6.a.h.1.1', 'twist_class_level': 70, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
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id: 48223855
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332854, 'source_is_minimal': False, 'source_label': '630.6.a.s.1.1', 'source_level': 630, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 45036133813322078, 'target_is_minimal': False, 'target_label': '350.6.c.k.99.4', 'target_level': 350, 'twist_class_label': '70.6.a.h.1.1', 'twist_class_level': 70, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 48223856
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332854, 'source_is_minimal': False, 'source_label': '630.6.a.s.1.1', 'source_level': 630, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133813322078, 'target_is_minimal': False, 'target_label': '350.6.c.k.99.1', 'target_level': 350, 'twist_class_label': '70.6.a.h.1.1', 'twist_class_level': 70, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 6}
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id: 48223857
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332854, 'source_is_minimal': False, 'source_label': '630.6.a.s.1.1', 'source_level': 630, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 67553994511221086, 'target_is_minimal': False, 'target_label': '350.6.a.p.1.2', 'target_level': 350, 'twist_class_label': '70.6.a.h.1.1', 'twist_class_level': 70, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
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id: 48223858
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332854, 'source_is_minimal': False, 'source_label': '630.6.a.s.1.1', 'source_level': 630, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 90071992648073706, 'target_is_minimal': False, 'target_label': '490.6.a.u.1.2', 'target_level': 490, 'twist_class_label': '70.6.a.h.1.1', 'twist_class_level': 70, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1143750
{'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 81064793393332854, 'p': 2}
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id: 1143751
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793393332854, 'p': 3}
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id: 1143752
{'charpoly_factorization': [[[25, 1], 2]], 'hecke_orbit_code': 81064793393332854, 'p': 5}
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id: 1143753
{'charpoly_factorization': [[[-49, 1], 2]], 'hecke_orbit_code': 81064793393332854, 'p': 7}
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id: 1143754
{'charpoly_factorization': [[[-4644, 415, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 11}
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id: 1143755
{'charpoly_factorization': [[[11858, -429, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 13}
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id: 1143756
{'charpoly_factorization': [[[-757566, 1319, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 17}
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id: 1143757
{'charpoly_factorization': [[[-2748440, -1918, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 19}
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id: 1143758
{'charpoly_factorization': [[[-2265840, -1334, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 23}
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id: 1143759
{'charpoly_factorization': [[[-2121390, -1131, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 29}
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id: 1143760
{'charpoly_factorization': [[[-49163008, 5472, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 31}
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id: 1143761
{'charpoly_factorization': [[[13732484, 9156, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 37}
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id: 1143762
{'charpoly_factorization': [[[11365872, -7822, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 41}
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id: 1143763
{'charpoly_factorization': [[[-364446648, -2078, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 43}
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id: 1143764
{'charpoly_factorization': [[[-572885328, -8507, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 47}
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id: 1143765
{'charpoly_factorization': [[[9748512, -34242, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 53}
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id: 1143766
{'charpoly_factorization': [[[-48684720, 6952, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 59}
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id: 1143767
{'charpoly_factorization': [[[402952640, 45138, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 61}
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id: 1143768
{'charpoly_factorization': [[[649140384, 54556, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 67}
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id: 1143769
{'charpoly_factorization': [[[-106007808, -62272, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 71}
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id: 1143770
{'charpoly_factorization': [[[-405277060, -40896, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 73}
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id: 1143771
{'charpoly_factorization': [[[-653150040, -62069, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 79}
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id: 1143772
{'charpoly_factorization': [[[8986877424, 189600, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 83}
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id: 1143773
{'charpoly_factorization': [[[-1135587000, 64190, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 89}
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id: 1143774
{'charpoly_factorization': [[[5804074010, -155547, 1], 1]], 'hecke_orbit_code': 81064793393332854, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 19, 'label': '630.6.a.s', 'level': 630, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 63480361
{'hecke_orbit_code': 81064793393332854, 'n': 1, 'trace_an': 2}
-
id: 63480362
{'hecke_orbit_code': 81064793393332854, 'n': 2, 'trace_an': -8}
-
id: 63480363
{'hecke_orbit_code': 81064793393332854, 'n': 3, 'trace_an': 0}
-
id: 63480364
{'hecke_orbit_code': 81064793393332854, 'n': 4, 'trace_an': 32}
-
id: 63480365
{'hecke_orbit_code': 81064793393332854, 'n': 5, 'trace_an': -50}
-
id: 63480366
{'hecke_orbit_code': 81064793393332854, 'n': 6, 'trace_an': 0}
-
id: 63480367
{'hecke_orbit_code': 81064793393332854, 'n': 7, 'trace_an': 98}
-
id: 63480368
{'hecke_orbit_code': 81064793393332854, 'n': 8, 'trace_an': -128}
-
id: 63480369
{'hecke_orbit_code': 81064793393332854, 'n': 9, 'trace_an': 0}
-
id: 63480370
{'hecke_orbit_code': 81064793393332854, 'n': 10, 'trace_an': 200}
-
id: 63480371
{'hecke_orbit_code': 81064793393332854, 'n': 11, 'trace_an': -415}
-
id: 63480372
{'hecke_orbit_code': 81064793393332854, 'n': 12, 'trace_an': 0}
-
id: 63480373
{'hecke_orbit_code': 81064793393332854, 'n': 13, 'trace_an': 429}
-
id: 63480374
{'hecke_orbit_code': 81064793393332854, 'n': 14, 'trace_an': -392}
-
id: 63480375
{'hecke_orbit_code': 81064793393332854, 'n': 15, 'trace_an': 0}
-
id: 63480376
{'hecke_orbit_code': 81064793393332854, 'n': 16, 'trace_an': 512}
-
id: 63480377
{'hecke_orbit_code': 81064793393332854, 'n': 17, 'trace_an': -1319}
-
id: 63480378
{'hecke_orbit_code': 81064793393332854, 'n': 18, 'trace_an': 0}
-
id: 63480379
{'hecke_orbit_code': 81064793393332854, 'n': 19, 'trace_an': 1918}
-
id: 63480380
{'hecke_orbit_code': 81064793393332854, 'n': 20, 'trace_an': -800}
-
id: 63480381
{'hecke_orbit_code': 81064793393332854, 'n': 21, 'trace_an': 0}
-
id: 63480382
{'hecke_orbit_code': 81064793393332854, 'n': 22, 'trace_an': 1660}
-
id: 63480383
{'hecke_orbit_code': 81064793393332854, 'n': 23, 'trace_an': 1334}
-
id: 63480384
{'hecke_orbit_code': 81064793393332854, 'n': 24, 'trace_an': 0}
-
id: 63480385
{'hecke_orbit_code': 81064793393332854, 'n': 25, 'trace_an': 1250}
-
id: 63480386
{'hecke_orbit_code': 81064793393332854, 'n': 26, 'trace_an': -1716}
-
id: 63480387
{'hecke_orbit_code': 81064793393332854, 'n': 27, 'trace_an': 0}
-
id: 63480388
{'hecke_orbit_code': 81064793393332854, 'n': 28, 'trace_an': 1568}
-
id: 63480389
{'hecke_orbit_code': 81064793393332854, 'n': 29, 'trace_an': 1131}
-
id: 63480390
{'hecke_orbit_code': 81064793393332854, 'n': 30, 'trace_an': 0}
-
id: 63480391
{'hecke_orbit_code': 81064793393332854, 'n': 31, 'trace_an': -5472}
-
id: 63480392
{'hecke_orbit_code': 81064793393332854, 'n': 32, 'trace_an': -2048}
-
id: 63480393
{'hecke_orbit_code': 81064793393332854, 'n': 33, 'trace_an': 0}
-
id: 63480394
{'hecke_orbit_code': 81064793393332854, 'n': 34, 'trace_an': 5276}
-
id: 63480395
{'hecke_orbit_code': 81064793393332854, 'n': 35, 'trace_an': -2450}
-
id: 63480396
{'hecke_orbit_code': 81064793393332854, 'n': 36, 'trace_an': 0}
-
id: 63480397
{'hecke_orbit_code': 81064793393332854, 'n': 37, 'trace_an': -9156}
-
id: 63480398
{'hecke_orbit_code': 81064793393332854, 'n': 38, 'trace_an': -7672}
-
id: 63480399
{'hecke_orbit_code': 81064793393332854, 'n': 39, 'trace_an': 0}
-
id: 63480400
{'hecke_orbit_code': 81064793393332854, 'n': 40, 'trace_an': 3200}
-
id: 63480401
{'hecke_orbit_code': 81064793393332854, 'n': 41, 'trace_an': 7822}
-
id: 63480402
{'hecke_orbit_code': 81064793393332854, 'n': 42, 'trace_an': 0}
-
id: 63480403
{'hecke_orbit_code': 81064793393332854, 'n': 43, 'trace_an': 2078}
-
id: 63480404
{'hecke_orbit_code': 81064793393332854, 'n': 44, 'trace_an': -6640}
-
id: 63480405
{'hecke_orbit_code': 81064793393332854, 'n': 45, 'trace_an': 0}
-
id: 63480406
{'hecke_orbit_code': 81064793393332854, 'n': 46, 'trace_an': -5336}
-
id: 63480407
{'hecke_orbit_code': 81064793393332854, 'n': 47, 'trace_an': 8507}
-
id: 63480408
{'hecke_orbit_code': 81064793393332854, 'n': 48, 'trace_an': 0}
-
id: 63480409
{'hecke_orbit_code': 81064793393332854, 'n': 49, 'trace_an': 4802}
-
id: 63480410
{'hecke_orbit_code': 81064793393332854, 'n': 50, 'trace_an': -5000}
-
id: 63480411
{'hecke_orbit_code': 81064793393332854, 'n': 51, 'trace_an': 0}
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